Document Type : Regular article

Authors

• Indra Sen Ram ¹
• Nitin Kumar ²
• Manish Pandey ³

¹ Department of Physics, Dyal Singh College (University of Delhi), Delhi, India

² epartment of Physics, Rajdhani College, University of Delhi, New Delhi 281406, India

³ Department of Civil Engineering, Faculty of Engineering, Marwadi University, Rajkot, Gujrat 360003, India

Abstract

In this paper, we introduce an exact solution for a Hayward black hole (BH) by incorporating anisotropic perfect fluid influenced by nonlinear electrodynamics and non commutative geometry. The solution obtained resembles de Sitter spacetime at a small value of $r$ ($r\to 0$) and at a large distance ($r\to \infty$) resembles the regular Schwarzschild geometry . In the absence of non commutative geometry the solution obtained interpolates with the Hayward BH and as non commutative geometry inspired BH in the absence of magnetic monopole charge. Non commutative geometry modifies thermodynamic properties of the BH. The calculation of Hawking temperature and its graphical analysis indicate that the temperature reaches its peak at the point of heat capacity divergence.

Keywords

• Regular Black Hole
• Modified gravity
• Noncommutative geometry

Main Subjects

• Physics